Юлия Еленина

Теория несоответствия


Скачать книгу

предоставлен ООО «ЛитРес».

      Прочитайте эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2wBDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/wgARCAhhBdwDASIAAhEBAxEB/8QAHgAAAAYDAQEAAAAAAAAAAAAAAgMEBQYHAQgJAAr/xAAdAQACAwEBAQEBAAAAAAAAAAADBAECBQAGBwgJ/9oADAMBAAIQAxAAAAHlsoRPXnvrpY1bdw2kShJZZrd2NxawLXOTuJ85vw74uu3LTVnSepRuwn0aR2RjcZaBuWig6CHZ3V6/4vKj16gyDBBJtr3dK+gw2wW8FvAtT2CVjARM+CJoX2nACE+phKEZtCqiyQ1Mb4nEFWEBJBpFEGJhnNUoVHVUZbTCIOpKAFgrBN5d1VfkhlqrfNBshdjEBpVnoyKm2XfvMmeIvbfCumh8atvRvVCaaHczkEhE5GHoxhqSRM7Gp6xBTy1TdvLJS3UWJkjfYLolTk3hQpaByJUECHhuIG8N6uHm8XQrE3DkLvlnU2hWobUwzLRN2SCXqGQMjmTvC3+RS6GoCKGfU6FCMx7emxYYhoD7UG5syq9H1IWbaripY3W0Lj2Bp6jk4JEnc8IEyjpYFQ3juhxTzFeiTsaSxemBgdGfpRuLITWbMjzcom65hk5NOY2Z1T3hpxJ2HqBOJPmxJg2/qqiTCYq6DalVSZEpP6U69TII5JY+JFRgMYumo6EhdnV4ObTWtZK81vQUptinJl0kR+KMT2/NXpgtpdIbU5mbyJ+kIadv9H6NbgzBkvKtGtPHqakelXO7q7zLYzYIUMb/AJ7CgBsSE/2euEYTesT4YZDO31GZh/U2lnkoLCQFql5FGN0z5jDdrHpq3j5S8t7IYzW8oYbLmSVtklSI2WWRihqvoS2qmX3DZ/XzjVjbtsygOgy65XHSFImV8aqbOt+cwQHx80s4k6l0yAaEWiqMI9Rs/KQ2pDBYTDZ8NKMZlgAI66BOPBG0NSQCq+QFZMiaQBAVVYa0h4LyBCqkZju2IbDVJ0S4qgwPjMRJasZXKpQkJhXC5pkAeu4vzA0QV0RLWSpLLrmRSmGaoTOAoqgemxp60hSIkM1y2y5HcUZMnQ7TXJM6iFTTCvLZqDlsgTFXorG3ekbnlrBdV7wyHWo6FoxhbN83BINwKRh6H9uIsawmpN6+BGiVa7N0qB2uAO7MSMGk4sACtJ4g3I1vMgSlQ2mWG9My1NaGvJMdnrGDBXjumb3Cju6TxoYOlqLURrunbZC0ndNogrbR2dGiVoLEVLowomq0hfKqcwPT8wTMYZZ43zWJek7jMQh1k6SnN0/YpRxnpsmJ9CwuZSlhjneQReb0ZSa/v0VtVzYWeMxW/IXb1YUZayFsuqRygqp2oxXkyhiWwdhLcp2YK7fTSsrosbP9Zr1vPxt6IWX260O6SU2xk6X8wt2OY9WnWvrKrF3zJmUyjgG4yCbnjD6bCAMXRbYX9L5r7mxJn1OfKasHJiIGhLLNmDNJyzjXikrSeNYjgNrMKi+SGGP5EpBXEx1poZtgTg3r7GQgzV/ZKXa52nZKuK7cWiwfXfR8qPk3iWFJfNPTgbyUekCZONhaBEXUq3KAVCrjEAQ6CqFSSBh05s5wOWVKqIZvWl5Iai4ouUx00iDumQt5FnYtrTkHKHlhaJDIDmluuOVNjk0SO14sOFEUNeWGdEFCnONzmJi0iZQ1MSe0yIbKt8lsLhgpG22tI6fhm41PSCpFUn8NmOr1xUTDXmQxIiymSRiDWi/WdkmNLsMqry6JpqThS12XUBSEmAvCj9I3cttMmHDDabFzyknulQAgPQtOQZ6kj6la8bgruap0zs/SQG6bisxYiTHsDBMAAcXcBRxQyUDnJtRKiFaAoAxlxRTze6taXusYddv3WMjEhX9aKF2cx9SIu8uUdDIikmIuyvDibQjCyTVqmsKcHqSxyI/Ee6742WVjooxXdMe6lSzWRqes1PMCX9ezHCEM9SWchBVlb3VZdXslSzCp5nEZh8jssWUIklaOTUcre9ks8XfoNJf1CwSpl5hJ89RN4Hipd0d+eV1n53sLF280b2yBpdIkcVq0ubc/y4fSroFNOVbJZdcaHl8mpj+qcHIYILwy4qYAYbxsZlSd4n9QNbTJmh3zEbbpC1O+ebxDMNmEJHJFKpaZU2ueeLkEZTt4lmSbXl0Ln2dUWU4mWwh1R9duVpBxcufV8XdYQSBXAeqb8zS+1NUWFdValKTyuICRFYa0CMisuCxrME46YKALQSQ95iotNfMq3l8ckZ1DLzE280juFYa2E3Tdk5ACjU4RrLrGI2syRSB4gdxmDCZZFJnWK9WHx4gl1zU5cFxBqx0Z6kLMsFYBxGcktdfShSq7oEB2u5awtSemVMoOiuN7IZmw+a7KoisKlI1KNkYzZiJgnF1q9tiCOE9PlNYXNYWo8S2Igchpdk2URWpQaawGK0MY5cT3QrMmiHceDyzpRYLDEGyGM9dKk2nnN0MkEqjUfoBAqToHqH3j1vGxx6Y+gmoNGarTSZtvzYEwwgcrsLrKNze/oShhal6Q9zWhyPuyF8k3WiJg0fWmxcOcYhenR5jjXED33KiGrFbpxEKItJljG2z1mk11NutKzmTPVd4s6wLuCyyhZ0xZxc5JWa+fpZZFS0vkiURc6hthKu6c7OarbajasLR/qFz3C9JdhddkVS2G1vMLC/uhqMc71YqinbJhDeM5kqW6KWw919NV9e19hNWLiS9JtGriUiz/AFlXPlHTQ+fzT9JI7s/Ni1Ah9ADgmxYgQRzUI8GXjZUQDPnv6/JKMC/5ZMhdTNHxtcFzBpYyI2nPS9yhAYhPmNSdY1nxREGlM5B6dQSVIJZiC6uER5s0QFnJrqYDgu6h2ACnjbQqp37rCb8IJTVYbS5XeUzcTxnwbUAOg/JUJHFb2YsoeoZIIud3OjThMOXlTHVxAvKchDYb6nSBtDq4Jia8jKEUdRSKQR0gn9bCZpNVELuKCkqokTfIqFZrIAx0ZQvQ7NR2lSVB7L9ICOPLWM8cbZQzMoRVU4szOXhzaFJc0lmnQmMyJZWZ4MddGtJcW0NXMDQfJu2b0E6cS0a3YlHDgEhYH+pJS34a5rTkc2shU2ru16z2J4Wpqq0bftGjS+xKxqa5fpw0n6DcWMJJG4GqwEzZF0MtCbEtI+1A0h6o6jKucwoXdVKBeimUq0g3DzUaZI8jKEoC5ZAHzpdfGou6D+Cl4ih3j67uymCZ1XxKmLFZepbD+uoc8x7pkAocLqzpUmmc9EkjhEOl+OhqDq2YOC2NF43Y07BRiNXLTll8R9WopdFtZ5JH5TW1t0tekEowZVN10LQ2/ejllwSjUYROkGsPcCtoyUDRikvrku68vhNz0d3IXCHyq6t0ulSWittWBPoayLbW8TrX91Zns680B6A6dmzNf4g9NOz8+LPAptXAsimUwjyq8Qbk7qbDKGlX89/YypCbhvBJL8ic82KMPrW95ppVI0PANbCiSAw2r0Rs0hGoJawRpjcMYoSiMEABEtRXzTiy0Z8s7Cc0yZxZREyrK8COf1cVUVmTlMQyKvqUkMFWnI8DcWtZsTixwUoqtGBJxNVJAQdXDkyrYo4BNTTKgxCCbTKPOkYqaTOMOsQqLeyo5MUcypaRSabuqCy4j1k9vwq0RvO8dUuef6JG/L2NHYMStTiuyxtLrHGUUsmiUK0cV1aCr9tnQySxWv2Ma0iqMIrNzNcLX0h6ZDvWC0PDcxyKXyF8eWEqjqi+KVi00YAy8d8p/LJqGSxtitTa/b3mts4fMPova3TmC14oZOxoneiC9tlpyNB8gItRGyzmIRLG1zGOjvS5EzooRucljSSgU3tLAvzNBG80TgwkiTq0R1nFya3bpRkuEd6yFikKbrOBzIydzoiwr6qeQEKqS5PVfF9Z9OIPm8eWHLKDZzZNJZtCHJdZEdSIbxYJ5vtetYVBbUjcWnoyMD3CJZ0XXAok68VTNINZVSn18/QmDHRJleqwqRxhq7ragk5hNHbGjEKkUFw0mMs9etfDGu1XUsIMMo7y6MSYL9mWJDb6R9Uy2jR98Jb830h2Dhsdo0EkW583GqAb1gZHnrlFKC+qTkSi47fXsufnX7Kek7TkiDmQ1ZcwVaMprd8muaFCI2cQkEl6oWtelaxUqdSjZwvEYRtZGPEE3QXklEHyVCU1AbPNGR42eYMjHTnJqYR1ZaYHSY1LU5VMqSPTDq4xbFGlaU5PaPDJMrbGSg9BhOSYjBycNxPOEguk09A/wQxqSvkcc1TmNlFIY/c1KzdxWydzq5IILeLwLUJjsRfsz0lnArSxRHPbpi+1JFoY/VVHChSiHlQcJYifdDz09pKMkO4r8+omqAPFcyKUwSqXGYxUV5ROayMoSXNFhkWEzuKmRAvIY+ij16IS3ZUIrbDrgsGR6uSjY1a0jrVKdj4wVMxY7sBKV/335P8Ab6TQ+RDMLUlyB7qtqYSnrMzG/wASHasKO2IhYWdSOc3QTnwjqUyjcFsXjS4lOwi4JxqjrEND/CLUXzGvZRxDGc+P9zc4s0m6rbIk6Ppem9BI+5I+uzfWyVvRudbvqGPh6JkniZ3dPJxQqvptStSY10KJUxv/AFnhkakQmj5DFQ9FlOTEzzZTK4es7p3DXaHQSP2JUdidSEEARwO6q+UuVNGE2HXctiT/AAXIbfjSyqXWlpJXQ3pPHdvAbNFbR6B20Jq72+PGK7VxV7fOtotLVQ1Ov2vnJmcKKHAbn0XAFUXI0WBqbDsEI0/zX9u5ThJJmKSUYXMTJQCWcPCYtG55lY2HF3V8hXI2slKmUpz4je3Ozc3hp0jgUfDQnCTM5CxN4JExYCWbLPTo8EEvLSKl21iYR0MlpDgcuWWqJMIjJZnSAYRzPsgBEgBnFgiLx63F+9jqZVozeqOQR+VCOJoe2m9pzFHlDxbQTVLZQ9H1iV/MltmVQ9rlSu4QCc2quzF7DNwVRuqNBXPRJYwyx4ZynNGs1/HnRhnY28LM5rddYOyEfiFmUYhCeXoVXYdKSBCYkyf0zVcaC5GoTfTp5PZwWqMdtoreMnoe/wDRqcMI6u7NvEl1sJvs5HJnkGuFXHICJaNvm5TdWdY9wWR14jpgz1g5QqU9JylXp+lojsjjfHiNL3hrIuxzgobZDVfM3Iaid2K1CwiEZNAeYIyiuKyuIXo6qHmMW5gKfnLqwfMkRdz+kkER64Jkljnc2oFCoZcGITIjC9/YOqUhWFTIfLGrrHO7OV3DGmBHK/eOofLs2SbpmrHYcKraPBiRk9MmhIvpaHPjEquNvD4+4ZO/xtUDUan9nMqwbKIwuqw5gE6BK3K0aC15NedYwkOgqtug7S6LplEBuLM9luTSANLgadThRLtv50cLJlD4NN9W4CjszVOScTYU/T+J+b/toaE0g+STg0o2cBMoTlRQknpH/JEjD4maFOMk+cWkNw1gokrgmZw2sk4pvzwW5zKYyCC84PmFpzij5BYTEt6jWojQNOB6UweiQYBLIDi1ZV1kGcAuEZgTOIlw9Mlg5wHF4wEXugBgRd2CTiIo/SNuRVOhlEDteh36r5jNBaKSXwm2k/URWIuJw3VjsjvuQilLG29KqkkkGiXpoQsfUOKJUaXlXiM2HGldSoCgLNDxZ7a6ETYidRyRjdsWbRWwEt9VIVT4hplPsr2NUeoq4NlHJzFrybSVy1cU9W4LtHMhjk++uJrE5qbjRuhRnVdnND6QSE9vU9R8yIzqLSFQYhIFQXQpSVW392YfK4jBoppZsJVKjetHOfdPW1DaZK9nUeoWIkvKRhBuMNTkXVty3Jl1KY0M0YF7wqvSvQL0ndL469p+s3Lce6zA2uKMV0My9HrS+NYSqyqSkmTDzGDzO4iUtWOs3k5F0S2OFrhMmzus5t1Z7VE5jkdBHJSr67OQLNqIwqE1hlK8ONeSS1lCJ5xWqTK6B4FzKFkcuryUdZucX9KJx1ZHNNxY/IGSY8Oy5jBbtQ9ZJaCujXgT1XHFn6fixqyVA2cjAbFvJ1IZqk8YRI5WEOPnn7NCXkuyYw+FMEJlicqLSgXNOp4Y8aRYXNSpVqIyKYszLnnSyjyj5TYhdW9rzJKVStbwm4KosqCZvdyD5KESn08lEtLCyPJvhtZaXplvQxcjVWVZy1KYoAGl46bAgMth1q+AMq4vYFjp8L2Or5Mc6Uu5h8zWsG4K6m6um1WMiKW9EhdhPauzEbfc5B1FrDFoj15XD2NtMuviq1gsi4xKWK3MIl5yQl64zorzf705G/yX1b+m/gNq+KodJNpSylXlpefhtS6bQ2cKaTjOkNrI67zftYbBmwCngR2555VJ2Re6kv8ANiG68oXQiETF441JrhYu/a3Q+VspbmPFG3iUGHBucL0lK9A58NOlXIq0KGbmLYQLU1bwxndGGrVda1XcyqO6q6xbk0khpaZpdhIYJqhWKwYeZdualwCphAqIKuaWncyAA8smL1SIFK2eIzlR1md+ZjetH8gLHyhmkkYmVMkaXuLMqB8Yu5OBWk6oywh7hgw5ddOvSSAZlJjQ4wWStyWP9SVibjIqwNLq22hekEughSVyNiylrfYrF5AfHltWJO4kJAaTG9Q+weh7IYzAalqxZU0DcRPTI+2DP9gdcNls32QdN9m9VDIDEA9zzyozA6HNyIyL4JU+7kRxrbZd+MCd89/ZyYB6aBD97BAlkHkESaWl3bdTwpB5fjZOCBEmRKBktnAMTiwzkIUS9Cz5weVOHfPoy1IDZ5ATcWUI8pMi7dlVmt8FK8VK3I3ZJZZudmh2suiSObdMIfGlFXfWF9j8T7HgGB7JY+J4PjuqnfBG0KfHpaiqScvSmQ53rksqdpivoR4xreF9FUka67tz1CH+Nk4lhAkaxwjV2jUkDnNkzXz30euXHcjcWA82utNHbW6/hnXnPvNXV87iORt9XGd7GoXi4pgwjS82tmSUrVV1WTOZVa5Q2mN4D/6MuD6ExdIzKNHORlPMgMlXai3pARfWfOyLgOujWrnWWgV3eP8Ass4aoZmh2pvD5x/oi2/Pyh1RHMreBgc0JGWcK7anUN8mikIs2thMtUobEdL64MWxcQVb0Jgd+x5J7nmm2/1Nq1CS3hqMmUMQSqhJLWFXPICksIK9rdbyjJWndcLa9MPc9xOTMnc1McmbaSa8MS+kpEUgR25oUFqOtHH1uJ4Z7yxncTD4wHRZe5R526w2l+dYnJyhBSIS7sU2tVkdi0dWSXVvVxY6ISyMcLJJB89I/NsiX1Y7KI5LaOuLQ7NK+lMcpnaraGUMliBdcN2dc92cv3XMirpTCdbwJ7k3riJqzcH1Z8dgXGLwYV1CSlSeyjsaSL51+0RJjSLB97ISKATHpCZ6FEpR6PjSiMku+cyUAtnGwJIaxjLigH3TSpXFMzhJAm+cwUoVACKJDjccEv3hVt7A8WjwBFUkBKjxFGhaEdlyW9ySxyJMuTlTUNvlpatZQ3e1WstxbOkKk8dYNt6EyVXaEufTFN9K9KnoT7Xibq6Viyh2icOqmdjZrQBsOOIk0pkg7qve3NN9XfPfStO7YtvZKluaetf0MaimzlOybhbW5891ZYNnNfQHrOsrbVJegq56s53leIu0hGZBCmOPsBIrPEZNOeee0qtlsPfNDOmcorB/dzLQFAglRxR1M6r4Hqdvq50ur3H9NZ9SQWMg0rH+m35efqj9H4kwopXu+MSY9nuPLx6lkUelcChlDG3llExUN4xBsGaXVjLYv0a6VfP2nN0+esBsuvlNWGppHHzqkBNGZBMuJKKqIaVeYTONb6ZZTXiOdKeZMJ8QJAicOu4N80itIY1UsJgjFA59G7WYBKTeolSHlwNxClH1lqYKrub3xhcohRLIC88aSQGWx+sInPzfaXE1uWUI/tRTRMuDaF/rDN5+9Vtpe2VZU+ZZG5gN1pAF5A84SpJOAbEeterLvU3bE3ijN653puATA0uO985UL0S2RLjyj6NmnEqeIEgXuCWmPLkKwZRnz/8AYQQeDNDCBE3XEiPSHyULctbdLxYUphbvl05ZhDWCMZJ5EjzUBt1laERR8bJZ5LOST7GLUGAZdaY9j1JyEXprks0uwy/ZARQko7xEi249rsLJYCiqiADBaKzG9RXkS55D1sPUWtZfTn7zHIxl+sOOjErvVK6OEi6qmTx1INs6IvEatLO3ijtxmxxU5M5Q7JqDcRL0e5+zUQv/ADdeA7G1heGp5CN697Ea4dTeItA1aOEyUjaEYT0Ym4vJCzbZhyHarU1vGellWPKw4GI97MYWjpElKIJhCrRxCNGVH69PmOtUwb6aVddOjGdtbR1hBXMGhAGCQR1zMmX1KfKl9MmipbDmiV7/AM9RjQndcaYxurdbEZFH6MR6CypjG2pqB6YV2FEEhOvKLY6PU1ElrSeJqVfHrnC4N1ov41zYz2tGaYRNK6o/XGQNSO0I/PDRcbSuPeSRGm+TZCTEVkSKZPbTEdrvMdfVPRCGibxPquKVGmihRgM2qHBCq3Y971I8eUX